summary:We present a method for solving the equations of neutron transport with discretized energetic dependence and angular dependence approximated by the diffusion theory. We are interested in the stationary solution that characterizes neutron fluxes within the nuclear reactor core in an equilibrium state. We work with the VVER-1000 type core with hexagonal fuel assembly lattice and use a nodal method for numerical solution. The method effectively combines a whole-core coarse mesh calculation with a more detailed computation of fluxes based on the transverse integrated diffusion equations. By this approach, it achieves a good balance between accuracy and speed
With a solution of the multigroup neutron transport equation available for a problem in one dimensio...
Static and dynamic analyses of nuclear reactors are usually carried out with diffusion-theory based ...
The spherical harmonics or P N method is intended to approximate the neutron angular flux by a linea...
summary:We present a method for solving the equations of neutron transport with discretized energeti...
The superior advantage of a nodal method for reactor cores with hexagonal fuel assemblies discretize...
A nodal method is developed for the solution of the neutron-diffusion equation in two- and three-dim...
AbstractModern design methodology for nuclear reactor core designs performs routinely three-dimensio...
A new nodal method for the solution of multigroup multidimensional diffusion problems in hexagonal g...
The superior advantage of a nodal method for reactor cores with hexagonal fuel assemblies discretize...
This research utilizes the MATLAB PDE Toolbox for modeling 3D static reactors with hexagonal fuel la...
An accurate and computationally efficient two or three-dimensional neutron diffusion model will be n...
The main objective of this research is to develop an integrated diffusion/transport (IDT) method to ...
A new approach based on the method of characteristics (MOC) is proposed to solve the neutron transpo...
The finite element response matrix method has been applied to the solution of the neutron transport ...
The numerical solution of time dependent neutron diffusion approximation to the transport equation i...
With a solution of the multigroup neutron transport equation available for a problem in one dimensio...
Static and dynamic analyses of nuclear reactors are usually carried out with diffusion-theory based ...
The spherical harmonics or P N method is intended to approximate the neutron angular flux by a linea...
summary:We present a method for solving the equations of neutron transport with discretized energeti...
The superior advantage of a nodal method for reactor cores with hexagonal fuel assemblies discretize...
A nodal method is developed for the solution of the neutron-diffusion equation in two- and three-dim...
AbstractModern design methodology for nuclear reactor core designs performs routinely three-dimensio...
A new nodal method for the solution of multigroup multidimensional diffusion problems in hexagonal g...
The superior advantage of a nodal method for reactor cores with hexagonal fuel assemblies discretize...
This research utilizes the MATLAB PDE Toolbox for modeling 3D static reactors with hexagonal fuel la...
An accurate and computationally efficient two or three-dimensional neutron diffusion model will be n...
The main objective of this research is to develop an integrated diffusion/transport (IDT) method to ...
A new approach based on the method of characteristics (MOC) is proposed to solve the neutron transpo...
The finite element response matrix method has been applied to the solution of the neutron transport ...
The numerical solution of time dependent neutron diffusion approximation to the transport equation i...
With a solution of the multigroup neutron transport equation available for a problem in one dimensio...
Static and dynamic analyses of nuclear reactors are usually carried out with diffusion-theory based ...
The spherical harmonics or P N method is intended to approximate the neutron angular flux by a linea...